1.
The Topological Connection of the Coefficients of the Characteristic Polynomial and the Molecular Fragments
本征多项式系数与分子片的拓扑联系
2.
characteristic polynomial of a differential operator
微分算子的特征多项式
3.
Eigenvalue method is one of the fundamental methods that solve polynomial system.
特征值方法是求解多项式方程组的基本方法之一。
4.
In. this paper, the parameter expression of expanded polynomial of generalized charactristic determinant is worked out and proved mathematically.
本文将广义特征行列式展开成多项式,对其系数表达式从数学上加以了证明。
5.
When the determinant is expanded, it produces a polynomial, called the characteristic polynomial.
当行列式展开后，得到一个多项式，叫它为特征多项式。
6.
THE MULTINOMIAL EXPRESSION OF A CLASS OF SYMMETRICAL MATRIX CHARACTERISTIC EQUATION
一类对称矩阵特征方程的多项式表示
7.
Elementary Divisor of Characteristic Matrix of Matrix polynomial;
矩阵多项式的特征矩阵的初等因子组
8.
Signless Laplacian characteristic polynomial on several types of graphs
几类图的Signless Laplacian特征多项式
9.
Applying Standard Characteristic Polynomials to Designing Eigenvalue Assignment
基于标准特征多项式的特征值配置设计方法
10.
In this paper, using recurssion formaula of the adjoint polynomial, we shall obtain adjoint polynomials of two graphs.
本文运用伴随多项式的递归公式，求出了两类图的伴随多项式。
11.
This article deals with solution of minimal polynomial and the application of minimal polyomial to solving relevant problems.
本文介绍最小多项式的求法，以及利用最小多项式解决相关问题。
12.
An Efficient and Deterministic Algorithm to Determine Irreducible and Primitive Polynomials over Finite Fields
判定有限域上不可约多项式及本原多项式的一种高效算法
13.
Equiform Class Number of Matrix With Similar Characteristic Polynomial
具有相同特征多项式之矩阵相似类的个数
14.
On Research of characteristic Functions of differential polynomial of Meromorphic functions;
关于亚纯函数的微分多项式的特征函数的研究
15.
Measurement-based memory polynomial behavioral modeling of RF power amplifiers
基于测量的记忆多项式功率放大器特征模型
16.
Polynomial Model Based on Non-stationary Transient Signal Feature Extraction
基于多项式模型的非平稳信号瞬时特征提取
17.
A score fusion algorithm based on the multivariate polynomial model
基于多变量多项式模型的多模态生物特征分数层融合算法
18.
Similar matrices have the same characteristic polynomial, thus they have the same eigenvalues.
相似矩阵有相同的特征多项式,从而有相同的特征值.